Uses of Package
orbital.math

Packages that use orbital.math

orbital.algorithm.evolutionary	Genetic algorithms simulate nature on a very abstract level to get solutions for sophisticated problems.
orbital.algorithm.template	A framework for general algorithmic evaluation schemes including search and planning algorithms.
orbital.awt	Extends the core Java AWT Package and includes some Beans and GUI add-ons as well as generic customizers.
orbital.math	Defines arithmetic objects and provides mathematical algorithms.
orbital.math.functional	Contains mathematical functors and extended functional operations.
orbital.moon.logic	Contains implementations of some logics as well as a logic and mathematical expression parser.

Classes in orbital.math used by orbital.algorithm.evolutionary

Metric
This interface imposes a metric on the objects supported by it.

Classes in orbital.math used by orbital.algorithm.template

Real
Representation of a real number a∈R.

Scalar
Abstraction of all scalar arithmetic number objects.

Classes in orbital.math used by orbital.awt

Arithmetic
Arithmetic is implemented by all arithmetic objects that behave like algebraic numbers in terms of their compositional laws.

Matrix
Represents a matrix of any dimension n×m.

Vector
Represents a mathematical vector of any dimension n.

Classes in orbital.math used by orbital.math

Arithmetic
Arithmetic is implemented by all arithmetic objects that behave like algebraic numbers in terms of their compositional laws.

ArithmeticFormat
ArithmeticFormat is responsible for formatting and parsing arithmetic objects.

Complex
Representation of a complex number a + i*b∈C.

Euclidean
Euclidean ring interface.

Fraction
Representation of a fraction a⁄s ∈ S^-1M = M_S.

Integer
Representation of an integer number k∈Z.

LUDecomposition
LUDecomposition class, decomposing A into P∙A = L∙U.

Matrix
Represents a matrix of any dimension n×m.

Metric
This interface imposes a metric on the objects supported by it.

Normed
This interface imposes a norm on the objects of each class that implements it.

Polynomial
Polynomial p∈R[S] := R^(S).

Quotient
Quotient represents an (algebraic) equivalence class ā=ã=[a]∈M/~.

Rational
Representation of a rational number a⁄s ∈ Q.

Real
Representation of a real number a∈R.

Scalar
Abstraction of all scalar arithmetic number objects.

Symbol
Represents an algebraic or transcendental symbol.

Tensor
Represents a tensor t∈R^{n₀×n₁×…×n_r-1} of dimensions n₀×n₁×…×n_r-1 and rank r.

UnivariatePolynomial
(Univariate) polynomial p∈R[X].

ValueFactory
Scalar value and arithmetic object value constructor factory.

Values
Manager for scalar value and arithmetic object value constructor factories.

Vector
Represents a mathematical vector of any dimension n.

Classes in orbital.math used by orbital.math.functional

Arithmetic
Arithmetic is implemented by all arithmetic objects that behave like algebraic numbers in terms of their compositional laws.

Matrix
Represents a matrix of any dimension n×m.

Normed
This interface imposes a norm on the objects of each class that implements it.

Real
Representation of a real number a∈R.

Tensor
Represents a tensor t∈R^{n₀×n₁×…×n_r-1} of dimensions n₀×n₁×…×n_r-1 and rank r.

UnivariatePolynomial
(Univariate) polynomial p∈R[X].

Vector
Represents a mathematical vector of any dimension n.

Classes in orbital.math used by orbital.moon.logic

Arithmetic
Arithmetic is implemented by all arithmetic objects that behave like algebraic numbers in terms of their compositional laws.